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find the domain of the function. g(x)=1-2x^2
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\[(-\infty,\infty)\]
There are no limitations on g(x)
which means all values of x make sense
I am with Largange's Son
how about g(y)=radical y-10 ?
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you have to set this up: \[y-10\ge0\]
now solve like a normal equation: y-10=0, add 10 to both sides and you get y=10 or in other words, y had to be greater than 10
\[[10,\infty)\]
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